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Kim, Sun A.; Bryant, Diane P.; Bryant, Brian R.; Shin, Mikyung; Ok, Min Wook – Remedial and Special Education, 2023
The effects of whole number computation interventions among school students with learning disabilities in Grades K to 5 were examined using a multilevel meta-analysis. Applying a correlated and hierarchical effect model of robust variance estimation, we examined the intervention effects among 15 peer-reviewed articles and dissertations (two…
Descriptors: Computation, Intervention, Elementary School Students, Students with Disabilities
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Carpenter, Thomas P.; And Others – Arithmetic Teacher, 1980
Discussed are the results of the second National Assessment of Educational Progress (NAEP) mathematics assessment concerning children's ability to solve verbal problems. The data indicate that the commonly held view that children cannot solve word problems may be an oversimplification. (Author/TG) Aspect of National Assessment (NAEP) dealt with in…
Descriptors: Achievement, Addition, Cognitive Development, Educational Assessment
Harel, Guershon, Ed.; Confrey, Jere, Ed. – 1994
This book is a compilation of recent research on the development of multiplicative concepts. The sections and chapters are: (1) Theoretical Approaches: "Children's Multiplying Schemes" (L. Steffe), "Multiplicative Conceptual Field: What and Why?" (G. Vergnaud), "Extending the Meaning of Multiplication and Division" (B. Greer); (2) The Role of the…
Descriptors: Addition, Arithmetic, Cognitive Development, Division
Resnick, Lauren B. – 1991
This paper proposes a theory that can account for differences between everyday and formal mathematics knowledge and a set of processes by which informal knowledge is transformed into formal mathematics. After an introduction, the paper is developed in five sections. The first section lays out the nature of informal, everyday mathematics knowledge.…
Descriptors: Addition, Early Experience, Elementary Education, Elementary School Mathematics
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Carpenter, Thomas P.; And Others – Elementary School Journal, 1996
Suggests that children enter school with a great deal of informal intuitive knowledge of mathematics that can serve as the basis for developing much of the formal mathematics of the primary school curriculum. Describes a research-based model of children's thinking that teachers can use to interpret, transform, and reframe their informal or…
Descriptors: Addition, Cognitive Development, Cognitive Processes, Division